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AAKASH SERIES-TRIGONOMETRIC EQUATIONS-Practice Exercise
- The principal solution of costheta=-(sqrt(3))/(2) is
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- The set of values of x for which (tan5x-tan4x)/(1+tan5xtan4x)=1 is
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- The principal solution of tantheta=sqrt(3)-2 is
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- If 3tantheta=cot theta then theta =
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- If sin theta.sin (60+theta)sin (60-theta)=1//4 then theta =
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- If 4 cos theta.cos(120^(@)+theta).cos(120^(@)-theta)=1//2 then theta =
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- The values of theta satisfying cosec theta + 2 = 0 in (0, 2pi) are
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- If x is acute and sin(x+10^(@))=cos(3x-68^(@)) then find x .
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- The general solution of tan(3theta)=1 is
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- The general solution of tan theta tan 2theta=1 is
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- If tan(2theta)=cottheta implies theta=(ninz)
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- The solution set of sin 3 theta = (sqrt(10 + 2sqrt(5)))/(4) is
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- If sin(theta-25^(@))=-(sqrt(3))/(2) then theta =
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- The general solution of 4costheta=sqrt(10-2sqrt(5)) is
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- The general solution of cot(2theta)=sqrt(2)+1 is
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- The most general value of theta satisfying the equations costheta=-(1)...
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- If sqrt(3) cos theta - sin theta = 1 then theta =
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- If 4cos^(2)x-2(1+sqrt(3))cosx+sqrt(3)=0 the solution set in [0,pi] is
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- The solution of the equation cos^(2)theta+sintheta+1=0 lies in the int...
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- If rsintheta=3andr=4(1+sintheta) where 0ltthetale2pi then theta =
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